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2010年-佛山市石门-南海实验学校小升初真题

2010年-佛山市石门-南海实验学校小升初真题
2010年-佛山市石门-南海实验学校小升初真题

2010年初一招生素质测评(南实、石门联考)

数学试卷

(满分100分 考试时间45分钟) 题号 一 二 三 四 总分 得分

一、 选择题(每题只有一个正确答案,每小题3分,共24分)

1、下面哪种情况属于平移。( )

A 、红旗飘动

B 、电扇风叶转动

C 、电梯把物体从一楼运到六楼

2、码头上有三艘轮船等待卸货,甲船要10小时卸空,乙船要7小时,丙船要6小时,因人手不足,只能一船一船地卸货,要使三艘轮船的等候时间的总和最少,应该按怎样的顺序卸货?( )

A 、甲—乙—丙

B 、乙—丙—甲

C 、丙—乙—甲

3、下列说法中,正确的个数有( )。

(1)所有的奇数都是质数,所有的偶数都是合数。

(2)一个数的倒数不一定比这个数少。

(3)在1000米的赛跑中,所用时间与速度呈反比例。

(4)角的两边越长,角就越大。

A 、1个

B 、2个

C 、3个

4、一个边长为4分米的正方形,如果在四个角各剪去一个边长为4厘米的正方形,那么它的周长与原来相比是( )。

A 、减少了

B 、不变

C 、增加了

5、投3次硬币,有2次正面朝上,1次反面朝上,那么,投第4次硬币正面朝上的可能性是( )。

A 、21

B 、32

C 、 3

1 6、一个数的3

1比它的25%多5,这个数是( )。 A 、75 B 、12 C 、60

7、用2、3、4、5数字卡片各一张,每次取两张组成一个两位数,可以组成多少个偶数( )。

A 、6

B 、7

C 、8

8、一些钱用去60%后剩下280元。如果用去7

2,应剩下多少元?正确的算式是( )。

A 、280÷(1-60%)?(1-72)

B 、280÷ (1-60%)÷ (1-72)

C 、280÷(1-60%)÷(1+7

2) 二、填空题(每题3分,共21分)

9、把3.14、3

10、π填在下面的不等式中( )?( )?( )。 10、一个直角三角形的两个锐角的度数比是2:3,则这个三角形三个角的度数分别是( )、( )、( )。

11、上海世博会3月28日一天共接待游客2100人,可写成以万为单位的数是( )万人。5月1日—23日累计实现商品总销售276631400元,四舍五入到亿位是( )亿元,四舍五入到千万位是( )千万元。

12、( )÷15=5

4=0.16:( )=( )%. 13、2小时15分=( )小时 6.03吨=( )吨( )千克 14、某区今年5月1日—10日空气污染指数如下表

日期 1 2 3 4 5 6 7 8 9 10 指数 95 110 156 210 320 110 45 67 95 100 则这组数据的中位数是_______,众数是________。

15、右图是甲、乙、丙三个互相咬合的齿轮,若甲轮转5圈,乙轮转7圈,丙轮转2圈。这三个齿轮数最少应分别是( )齿、( )齿和( )齿。

三、计算题(每题5分,共20分,写出必要的过程) 1、98?43-157?65 2、 0.45:X=203:3

1(求未知数X)

3、23?2010+2010?0.5—2010

4、98999+9

899+989+31

四、解答题:(共6小题,共35分)

1、某数学小组想测量学校旗杆的高度,他们在操场上插几根长短不同的竹竿,

在同一时间里测量竹竿和相应的影长,情况记录如下表:

影长(米) 0.5 0.7 0.8 0.9 1.1 1.5 竹竿长(米) 1 1.4 1.6 1.8 2.2 3

同时,他们也测量到旗杆的影长是6米,你能由此推算出旗杆的实际高度吗?请写出计算过程。(5分)

2、小明周日请6位同学来家玩,他选用一盒长方体(如下图(1))包装的饮料

招待同学,给每个同学倒上一满杯(如图(2))后,他自己还有喝的饮料吗?

请通过计算说明。(5分)

3、现有一个400米六条跑道的运动场(如图所示),跑道由两条直段跑道和两个半圆形跑道组成。直道的长度是85.96米,第一条半圆形跑道的直径是72.6米,每条跑道的宽度1米。如果举行400米赛跑,则在第二道的同学的起跑线应该在第一道的同学的起跑线前几米?如果举行200米赛跑呢?(6分)(π=3)

4、六.一儿童节,一群学生坐在一起做游戏,男生戴白色帽子,女生戴红色帽子,大家发现一个有趣的现象,每位男生看到白色与红色的帽子一样多,而每位女生看到的白色帽是红色帽的两倍,请你求出这群学生共有多少人?(6分)

5、下图中的方格是1 1的正方形,请你把图中的梯形划分成3个三角形,使它们的面积比是1:2:3。(画出三种)(6分)

6、某年级组织学生参加夏令营活动,本次夏令营分为甲、乙、丙三组进行活动,下面两幅统计图反映了学生报名参加夏令营的情况,请你根据图中的信息回答下列问题:

(1)这次报名参加本次活动的总人数_________。

(2)补全条形统计图和扇形统计图。

(3)根据实际情况,需从甲组抽调部分同学到丙组,使丙组人数是甲组人数的3倍,应从甲组抽掉多少名学生到丙组?(7分)

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